Topology of Mathematics

Master Topology of mathematics to enhance your new maths skills

3.95 (34 reviews)

Udemy

platform

English

language

Math

What you will learn

Definition of Topology

Examples of Topology

Discrete and In Discrete Topology

Coarser and Finer Topology

Definition and Examples of Subspace

Theorems in Topology

Open Sets

Closed Sets

Closure of a Set in Topology

Dense Set in Topology

Neighborhood Concept in Topology

Limit Point

Interior and Exterior Point

Why take this course?

< Step-by-step explanation of more than 7.5 hours of video lessons on the Topology of Mathematics>
<Instant reply to your questions asked during lessons>
<Weekly live talks on the Topology of Mathematics. You can raise your questions in a live session as well>
<Helping materials like notes, examples, and exercises>
<Solution of quizzes and assignments>

How to become a pro in the topology of mathematics?

This is a high-level mathematics course in the topology of mathematics that is being taught to intermediate-level students in different universities around the world. The course requires basic knowledge of mathematics before enrolling. it is actually, a totally different and unique course in mathematics. We will construct the different topological models of mathematics in this course. By definition, the Topology of Mathematics is actually the twisting analysis of mathematics. Moreover, the topology of mathematics is a high-level math course that is the sub-branch of functional analysis.

We shall discuss the twisting analysis of different mathematical concepts. The course is highly perfect for those who want to explore new concepts in mathematics. We shall start from the basics to advance in this course. Most students which are math lovers demand this course many times and that's why I have constructed this course.

There is a total of 7 sections in this course of 7.5 hours of videos contents. All the videos have been captured on a writing tablet and contain high-definition digital content. We shall discuss every concept with examples and prove the different theorems step by step in a detailed way.

I shall just suggest that, if you have a notebook and pencil during watching the videos, they must note the important concepts during each lecture.

The contents of this course are ............

Definition of Topology
Examples of Topology
Discrete and In Discrete Topology
Coarser and Finer Topology
Definition and Examples of Subspace
Theorems in Topology
Open Sets
Closed Sets
Closure of a Set in Topology
Dense Set in Topology
Neighborhood Concept in Topology
Limit Point
Interior and Exterior Point
And much more

Reviews

Christophe

August 28, 2023

What a challenge, inaudible, very slow pace, the development of solutions is unnecessarily exhaustive.

Isabel

January 29, 2022

I started studying mesh topology in CG and decided to have a better understanding by studying the raw math. This course is great, specially for those with previous knowledge in Linear Algebra.

Steven

April 8, 2020

This is a great course. I am quarantined due to a Global Pandemic. I cannot think of a better way to manage my time but by self improvement. I am a retired professor of mathematics and statistics. I love the course. This is like sitting in an advanced undergraduate course again. No fluff, no frills, just math. I went to college in the early 1970's, so I am very comfortable with this delivery. This course took me back 50 years. I found I remembered much more Topology than I thought. I am now looking for an online Topology textbook with accompanying workbook!!!! Thank you every so much.

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